Cos(theta)= (1/3), find csc(90-(theta))
Do the cofunction identities ring a bell? :) Use the cosine value to get the secant value. Then use the cofunction identity that relates cosine and cosecant... :)
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first off \[\csc(90-\theta)=\sec(\theta)\]
Since CSC(90-(theta) = Sec(theta). If I find the value of Theta for Secant will I get the right answer for CSC(90-(theta)?
this is a "co function" identity
secant is the reciprocal of cosine so all you need do is flip it
Okay, I understand. Thank you.
yw
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